@keyframes rwdcur72731 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZklEQVRYhe2XTWgcZRjHfzOzO7uzu9mPbrqblK1pYkgxxjSgESM5FOpBUSFIcrBYIi1CoR70pPXQxAQK4qF7UBHEQ6gi1KCHUj+K3oRKo6KlKaS0KWlit0mT7M5kNzO7szuvFyu12awtmcRLf6d5X+aZ//99nneedwYe8DdDR0fF/p5JsdW68u0LY+oxvMmv6W47L4ZH01tmRLpz8GrvJdG+7xbfT9xgV6eFFfbz+TsvS+sFu4F856Cp8zLT50P4hYywdLxKkTc++0QMnh7ftIysWV367VPCtAVL0lXsqECOaRjRAHrMTz4c5LveAVczIt89EVNlGtQCqWiYkF1Ev3WdUimLXVymWLxG79lD4rmxw65lZI2BwZF+qezMU7ayxKMSIQdKC1cQ5gye1TnKP68wvVBwSx9PtUlFmSee9OFEJFqaHdQ5hT/MOUq+Mv52han+U66VYU0GAA4eT0s7djkE4gIlmmfbHhNNSKwUl4k36xw+N7B5JbhNWCtTF1Tweb2EomXC3ToJgiyaBab8FQ6dPOKKiXUN9DxzQvJETBYmdHIlgzZPAKVzkSfsRpqyFrPmNTf01zcAcPXKTWzD4tjjZyTHtmlcjHJdKRC+GEa9ueqKgfvaTPte7xCrioS5w+H3tyY3tUNuGa6souu9R4V2QyZQEfz4wcX7euaGDbwwsle0RBvIdC0TcRxSUZXhrm+koZE+kXhE48jAFzU1am7Ce6HUEMDoMHioEiRTn0P2ehn59XnhDft5uLXhP+M3bGCn1sxMzM8v3gyVC/VcLq8SVcMkuiOUdY1zP7xZs19s2MCnBz6UdlsK9VqQBQoYExHyOQ9F22alUMEwq3b7f3DtVdo7/pIQUgU152GPGSeV8lNnBJB1gcgUOXg8XVVrwxkA2P3+AWFd8qCqTWhaitlChenfZPQlH0vzISqV5LqxrhhoSQTxPFVHOZBC0ppQE63kZVjKCTz+GB45ydix6l9VtQt0j3w7+LEE8OxPXwqvr4CqWoS3+8hnTYo5A1NsRxNO1dhNaaeDp8dFTM+S+9OLnMkxP9XITlpJNs/y7kd9/9J0pQR3M/Ziv5R+5TXJrviQ/BEsyaHlyTwzF9rW3LslB8rwaFqcOfk07e1n2SZ3cOKrvv/nINvfMymGjo5u+d/XA2ryFwGRNXHVHMvoAAAAAElFTkSuQmCC) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUElEQVRYhe2XW2gcVRzGf2d2dmdnd7P3NNi024tVG1IJoVgxSKBCJT4UXzT44EMRxAfBEkIUJFTTQuqFsMQ3EUIpPkj1RYpYDFgMUvFGCLWkFdNL2lTSZrPX2d3ZnZ3jiwE12dWS2fWl39M5A9/5fnPOn//hwH39qdETI3KhZ0q2OldZG/iEm1P7fmLmwIcyOTbZMhDx18lXLyblZXJEjDjFNj+5so+RM4OintlxgB8PT8qqS4X+3cz8dgk72465RaFQCDLx0bNNAVm36Onxt2Xbss4VvcwdU8V2hyiuhsmXQiynYnx9rs9REOWfH3yaTWpXFj2u4tOr5Mspyu4KhiWxQhX6Xv1WHnj+nGM1sg7gueHjwhWoUcHE1eHBr9cwQ8uIHXl8OzMY5jSppXmn8tcDAGSUEpmIiRmR2I8niD6gUXGVsRIQ6elh4cKQY8ewIcDQSx+IylaBjAUoB1XM3m0EIxYrmTK1Hdt55vzPzTuCNdlhDbcfVJ+HQtSPdbCbh3faiECV3FUvR977xBGIugATT4wJI6KzNHuRdNWm5i9xe+8+PCq0b59npbLqRH59AIDUlWtUs6tM9x4WaamhiBRWWcFYzJJx5RwBuKdi6nzjqAy5FaSyjfnjw03tkC2TI3/RdWxCCvsW2arN0ruT97TmpgGePPmO1NvbqSa6seMlhObim+5+MTD+ityyJ8rpwZMNMxoW4X9RuBbEnwihem1sGSMiTA7NnpXuUJTYI7v+1b9pgLgnyt2bXVQs2Hr5F1yGTsSt0Nn7KP50ieHv3mrYLzYNcOr1F0RwdxlZcPPrdQX1/CUCqwZWsULVACVjNvRvGgDgy4P7hevGTeJhL7m0ijZ7C2/OQqQKeG5LklOv1d0FRwAe7EvK9Nwc6iJ4al5WfzdRvl9ESwvCaY2wrdf1OgIQ6+zCrx2ieD2MvNGGlu3AKLmoLVfwoFEruPhs4tiGu6A6AfDDpwMC4KmBC9IfE3irHnxtMYqlLKUVi0QpRL6jtKG3Ke10+OXPZSCQQ7tjo4Tu0r+nG2au4q5ZPHb26N8ym9rP3x88I4PeIr68Qdq/wl6CPP3xUOsA1pQcm5T7v/Ay/dAceleYN0fH/5+LbKFnSo6eGGn56+u+GuoPb8ozNdJePSkAAAAASUVORK5CYII=) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe2XS2hcZRTHf3fuY94TOzOdvE3iYEOwZmFLqGSnlRYjDRgqLYxQ3LV2ISrFhfgogiBVXOhWigaqlgiJrbQmLroIFgldVCWmNs2jbZpJ507aed7cuXc+N2ZRMxkNuRM3/a8uH5xzft89/3sOFx7qb10a2SXGRhNiq+tKqw+ff3FcuHK/4laeILIwRf8HP0nVAh0HAPhq8ISYmSvhMdyEjSW23dAZGBquKcgDyacv94rxa8+xuGThWpAJpw20UBekfSQGX6oJyJqk574/JuYXm0nNZZGyKj67nmZTQUu1oMgSB872OQri+udBVvaRVwr4owG6dseZL6RYNF2YZZPMssyZnsviu54xx8y6BuDw86ektCVxryS4ulSAgMJMUedm2eSmXWLIPs8IY07VR6l0WAp0Y9vziHwQKRyD/J9M6Rn8qCjR3Zy+2O9YG9ZNdOKbHwVJA33RT2E5gFK8zr2ZENvzjbRELU5e2OMIxJoWrMr2B8EdQvF5sBQfhrSTuh0r3Aqb3PFKnDzytSM+WBfg4xeeluTtEZbuXAE1g347SLEYx5XTSJXyTOWTTtRfHwDgdnISs5zj7Ce9UiZdwCgZhNtzaGIGXV92BGBDfWxvf000tZUJeSJcuPjulozqmsuRW+zf977IGDoLcy5mZz/dUM5NA+x/5j1R521Frotz33aTnA4yMbFT6jv6oYh0x/nyaPUdUtWE/0WRyDZMqYP0bACP6iEU9nHw9XGhuQI013f9a/ymATr99URVP+WAidc7TaQ5C6UQscansO/qvHHu56rzYtMA75w+JDUWBS1pjfvX3HjEbyhWAatgwEoGOZ+tGu/Yp3Ro37CoNy3ysk6gTYfWx1GDRSR/knLdo5w6XNkLm34DAEd63hJWaoIGNDp9IUQORPoPvGRxZ4uouavrxjoCcIC9DMh9tMoqrS6NDm8EchbdMR+PqBJhRXDmhzcreqHiOt6oXvxlrwQwcvC8sGyNBq2MrUWZnJhGBEtE/UGCduXRXZNxOpj4VhAuYGYmSYc9lJtsGmIKvTtGie8Zf6BmTef50EC/WH4sQtoTw/Cs0NGm8nLio60DWNXw288KvamTFet3yoEnefWVz/6fRTY2mhCXRnZt+d/XQ1XVX5fiNNHg7zuXAAAAAElFTkSuQmCC) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72731 1.0666666666667s linear infinite forwards;
}
